02766 a2200433 4500999001700000008004100017020001800058082002100076100001900097245005000116250001200166260003400178300003600212365002000248504005100268520143200319650001101751650002701762650002401789650002701813650002501840650002301865650001901888650002501907650003001932650002201962650001701984650002002001650002402021650001502045650003202060650002002092650002002112650002402132650001902156650001602175942001202191952012902203 c31777d31777230416b xxu||||| |||| 00| 0 eng d a9781439816240 a620.0028553bDUF aDuffy, Dean G. aAdvanced engineering mathematics with MATLAB a3rd ed. bCRC Press,c2013aBosa Roca : a1078 p.;bill., (b & w),c24 cm b995.00cINRd01 aIncludes bibliographical references and index. aTaking a practical approach to the subject, Advanced Engineering Mathematics with MATLABĀ®, Third Edition continues to integrate technology into the conventional topics of engineering mathematics. The author employs MATLAB to reinforce concepts and solve problems that require heavy computation. MATLAB scripts are available for download at www.crcpress.com Along with new examples, problems, and projects, this updated and expanded edition incorporates several significant improvements.New to the Third EditionNew chapter on Green's functionsNew section that uses the matrix exponential to solve systems of differential equations More numerical methods for solving differential equations, including Adams-Bashforth and finite element methodsNew chapter on probability that presents basic concepts, such as mean, variance, and probability density functionsNew chapter on random processes that focuses on noise and other random fluctuations Suitable for a differential equations course or a variety of engineering mathematics courses, the text covers fundamental techniques and concepts as well as Laplace transforms, separation of variable solutions to partial differential equations, the z-transform, the Hilbert transform, vector calculus, and linear algebra. It also highlights many modern applications in engineering to show how these topics are used in practice. A solutions manual is available for qualifying instructors. aMATLAB aDifferential Equations a Boundary condition aCauchy-Goursat theorem a de Moivre's theorem a Duhamel's theorem aEuler's method a Final-value theorem aIntegrals complex contour aLaplace transform aMarkov chain aNeumann problem aParseval's identity aProbabilty aSchouten-vander Pol theorem aRandom variable aStokes' theorem a Telegraph equation aWave equations aZ-transform 2ddccBK 00102ddc406620_002855300000000_DUF70942053aDAIICTbDAIICTd2023-03-31g995.00o620.0028553 DUFp033705r2023-04-16yBK